Using MATLAB, find the solution of a nonlinear single-degree-of-freedom system governed by Eq. (E.1) of Example 13.8 under a pulse load for the following data: \(m=10, k_{1}=4000\), \(k_{2}=1000, F_{0}=1000, t_{0}=5, x(0)=0.05, \dot{x}(0)=5\).

Data From Example 13.8:-

Using MATLAB, find the solution of a nonlinear single-degree-of-freedom system governed by the equation mx + kx + k2x = F(t) == (E.1) where F(t) is a rectangular pulse load of magnitude Fo applied over 0 tto. Assume the following data: m = 10, k = 4000, Fo=1000, to = 1.0, x(0) = 0.05, x(0) = 5. Solve Eq. (E.1) for two cases: one with k = 0 and the other with k = 500.